ELEMENTARY EQUIVALENCE OF ENDOMORPHISM MONOIDS OF ALMOST FREE S-ACTS

E. I. Bunina; N. V. Yugay

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ELEMENTARY EQUIVALENCE OF ENDOMORPHISM MONOIDS OF ALMOST FREE S-ACTS

机译：几乎免费的S-行为的本位单调的基本等价

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In this paper, we study the connection between elementary equivalence of endomorphism monoids of almost free S-acts (acts that are unions of projective indecomposable cyclic S-acts) and equivalence (in first- or second-order logic) of original monoids.

机译：在本文中，我们研究了几乎自由的S-作用（作为射影不可分解循环S-作用的并集的作用）的内胚同构半体的基本等价关系与原始半体的等价关系（一阶或二阶逻辑）。

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《Journal of Mathematical Sciences》 |2019年第2期|180-190|共11页
作者
E. I. Bunina; N. V. Yugay;
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Moscow State University, Moscow, Russia;

Moscow State University, Moscow, Russia;

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4. STABILITY OF THE THEORY OF EXISTENTIALLYCLOSED S-ACTS OVER A RIGHT COHERENT MONOID S [C] . JOHN FOUNTAIN, VICTORIA GOULD International Congress in Algebra and Combinatorics . 2008

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ELEMENTARY EQUIVALENCE OF ENDOMORPHISM MONOIDS OF ALMOST FREE S-ACTS

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